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11741915
Regla 7
Description
Mind Map on Regla 7, created by Daniela Piedra on 12/12/2017.
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Mind Map by
Daniela Piedra
, updated more than 1 year ago
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Created by
Daniela Piedra
over 6 years ago
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Resource summary
Regla 7
Aplicacion de la derivada para obtener la ecuacion de la recta tangente, las coordenadas de punto de corto o infleccion de un bar de ecuaciones o funciones.
Ejemplo: F(x) = x3 + 6x2
F(x)= 3x2 + 12x Evaluar x=2 n x= -2 en f(x)
F(2)= 3(2) + 12 (2) = 12 + 24 = 36 f(-2)= 3(-2)2 + 12(-2)= 12 - 24= 12
F(x)= Y
F(2)=Y1=(2)3 + 6(2)2= 8 + 24=32 F(-2)= Y2= (-2)3 + 6(-2)2= -8 + 24= 16
Obtener Ecuacion de la recta tangente.
32=36(2) + b -72 + 32 = 40 16= -12(-2) + b -24+16= -8
Y1=36 x- 40 Ec. 1 de la recta tangente
Y2= -12x-8 Ec. 2 de la recta tangente
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